vocabulary
Polynomial Operations
solve absolute value
solve inequalities
complex number operations
100

what is absolute value

what is the magnitude of a real number without regard to its sign

100

(5y+y4)-(3y4+4y)

-2y4+y

100

|-67x|

67x

100

-x+3>6

x<-3

100

solve 3x(6x2/5x-3y3)0

3x

200

what is the definition of slope?

what is m=yx+b

200

6k2+k2

7k2

200

|-12|

12

200

x2-3x-4≤0

-1≤x≤4

200

solve i/9+2i

2/85+9/85i

300

what is the the definition on complex numbers

based on imaginary numbers that come from trying to take the root of a negative.

300

(5r-8r)-(2r+6r)

-11r

300

|3-9|*5

30

300

x+1/x-3≤2

(-∞,3) [7,∞)

300

(4−3i)⋅(2+5i)

23+14i

400

what is Greatest Common Factor

The largest value that you can divide ALL terms by

400

(7x6-5x2-9x)-(3x2-4x)+(2+8x3+6x4)

7x6+6x4+8x3-8x2-5x+2

400

20/|4-9|

4

400

x2+4x-6/2x+3≥3

[-3,-3/2) [5,∞)

400

(1+2i)+(3−4i)(2+i)

11−3i

500

what is Polynomial Operations

the processes of adding, subtracting, and multiplying polynomials

500

(8m2-2mn-7n2)(6m+3n)

48m3+12n2-48mn2-21n3

500

|6-3x|/5=3

-3

500

1-3x/x-4≥3

[13/6,4)

500

solve (3+i√2)(1-5i√9)

(3+i√2)(1−5i√9)=(3+15√2)+i(√2−45)